fix(master): fast resume state and default resumeState to true (#8925)
* fix(master): fast resume state and default resumeState to true When resumeState is enabled in single-master mode, the raft server had existing log entries so the self-join path couldn't promote to leader. The server waited the full election timeout (10-20s) before self-electing. Fix by temporarily setting election timeout to 1ms before Start() when in single-master + resumeState mode with existing log, then restoring the original timeout after leader election. This makes resume near-instant. Also change the default for resumeState from false to true across all CLI commands (master, mini, server) so state is preserved by default. * fix(master): prevent fastResume goroutine from hanging forever Use defer to guarantee election timeout is always restored, and bound the polling loop with a timeout so it cannot spin indefinitely if leader election never succeeds. * fix(master): use ticker instead of time.After in fastResume polling loop
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@@ -102,7 +102,7 @@ func init() {
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masterOptions.garbageThreshold = cmdServer.Flag.Float64("master.garbageThreshold", 0.3, "threshold to vacuum and reclaim spaces")
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masterOptions.metricsAddress = cmdServer.Flag.String("master.metrics.address", "", "Prometheus gateway address")
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masterOptions.metricsIntervalSec = cmdServer.Flag.Int("master.metrics.intervalSeconds", 15, "Prometheus push interval in seconds")
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masterOptions.raftResumeState = cmdServer.Flag.Bool("master.resumeState", false, "resume previous state on start master server")
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masterOptions.raftResumeState = cmdServer.Flag.Bool("master.resumeState", true, "resume previous state on start master server")
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masterOptions.raftHashicorp = cmdServer.Flag.Bool("master.raftHashicorp", false, "use hashicorp raft")
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masterOptions.raftBootstrap = cmdServer.Flag.Bool("master.raftBootstrap", false, "Whether to bootstrap the Raft cluster")
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masterOptions.heartbeatInterval = cmdServer.Flag.Duration("master.heartbeatInterval", 300*time.Millisecond, "heartbeat interval of master servers, and will be randomly multiplied by [1, 1.25)")
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